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The idea of links between strata being considered as a type of generalization has previously been offered by Martin and Matthiessen (1991: §2.5).
A type of generalization of the problem (1.4) is to find a point (x^{ast}in H) such that begin{aligned} 0in Ax^{ast}+Bx^{ast}, end{aligned} (1.8) where (A:Hrightarrow H) is a single-valued mapping and (B Hrightarrow 2^{H}) is a set-valued operator.
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In 2008, Suzuki [13] presented a new type of generalization of the celebrated Banach contraction principle [14] which characterized the metric completeness.
Tripathy and Esi [4], who studied the spaces l ∞ ( Δ m ), c ( Δ m ) and c 0 ( Δ m ), gave a new type of generalization of the difference sequence spaces, where Δ m x = ( Δ m x k ) = ( x k − x k + m ).
In all types of generalization, the challenge remains to perform these model relaxations in a systematic way and to provide tools to transparently display the multitude of results, for which our presented net heat can be a useful starting point.
However, the pointing errors varied as a function of the type of generalization.
The Multirate Partial Differential Algebraic Equations (MPDAE) approach in [18] offers another type of generalization.
The latter type of generalization brought to the fore the question of the intensional adequacy of a theory's proof concept.
The work by Shams (2013) also introduced and studied another type of generalization of the Kumaraswamy distribution.
4, the same type of generalization is extended to other results in the context of similar principal-agent and other screening problems.
Afterwards, Sintunavarat et al. [37] (see also [38]) established fixed point theorems for some type of generalization of contraction mappings by using this concept.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com